божији
Изведене речи: божији
Шаблон:Tetr6
Фузи ћирилица: божији
3 0 ∇ 0 1 {\displaystyle {}_{3}^{0}\!\nabla _{0}^{1}}
0 1 Δ 0 3 {\displaystyle {}_{0}^{1}\!\Delta _{0}^{3}}
2 9 ∇ 1 0 {\displaystyle {}_{2}^{9}\!\nabla _{1}^{0}} + 3 0 ∇ 2 0 {\displaystyle {}_{3}^{0}\!\nabla _{2}^{0}}
0 1 Δ 9 2 {\displaystyle {}_{0}^{1}\!\Delta _{9}^{2}} + 0 2 Δ 0 3 {\displaystyle {}_{0}^{2}\!\Delta _{0}^{3}}
2 8 ∇ 1 0 {\displaystyle {}_{2}^{8}\!\nabla _{1}^{0}} + 2 9 ∇ 2 0 {\displaystyle {}_{2}^{9}\!\nabla _{2}^{0}} + 3 0 ∇ 3 0 {\displaystyle {}_{3}^{0}\!\nabla _{3}^{0}}
0 1 Δ 8 2 {\displaystyle {}_{0}^{1}\!\Delta _{8}^{2}} + 0 2 Δ 9 2 {\displaystyle {}_{0}^{2}\!\Delta _{9}^{2}} + 0 3 Δ 0 3 {\displaystyle {}_{0}^{3}\!\Delta _{0}^{3}}
2 7 ∇ 1 0 {\displaystyle {}_{2}^{7}\!\nabla _{1}^{0}} + 2 8 ∇ 2 0 {\displaystyle {}_{2}^{8}\!\nabla _{2}^{0}} + 2 9 ∇ 3 0 {\displaystyle {}_{2}^{9}\!\nabla _{3}^{0}} + 3 0 ∇ 4 0 {\displaystyle {}_{3}^{0}\!\nabla _{4}^{0}}
0 1 Δ 7 2 {\displaystyle {}_{0}^{1}\!\Delta _{7}^{2}} + 0 2 Δ 8 2 {\displaystyle {}_{0}^{2}\!\Delta _{8}^{2}} + 0 3 Δ 9 2 {\displaystyle {}_{0}^{3}\!\Delta _{9}^{2}} + 0 4 Δ 0 3 {\displaystyle {}_{0}^{4}\!\Delta _{0}^{3}}
0 1 ∇ 5 1 {\displaystyle {}_{0}^{1}\!\nabla _{5}^{1}} + 6 1 ∇ 3 0 {\displaystyle {}_{6}^{1}\!\nabla _{3}^{0}} + 0 3 ∇ 7 1 {\displaystyle {}_{0}^{3}\!\nabla _{7}^{1}} + 0 4 ∇ 8 1 {\displaystyle {}_{0}^{4}\!\nabla _{8}^{1}} + 9 1 ∇ 6 0 {\displaystyle {}_{9}^{1}\!\nabla _{6}^{0}} + 0 6 ∇ 0 2 {\displaystyle {}_{0}^{6}\!\nabla _{0}^{2}} + 0 7 ∇ 1 2 {\displaystyle {}_{0}^{7}\!\nabla _{1}^{2}} + 0 8 ∇ 2 2 {\displaystyle {}_{0}^{8}\!\nabla _{2}^{2}} + 0 9 ∇ 3 2 {\displaystyle {}_{0}^{9}\!\nabla _{3}^{2}} + 1 0 ∇ 4 2 {\displaystyle {}_{1}^{0}\!\nabla _{4}^{2}} + 2 1 ∇ 5 2 {\displaystyle {}_{2}^{1}\!\nabla _{5}^{2}} + 1 2 ∇ 6 2 {\displaystyle {}_{1}^{2}\!\nabla _{6}^{2}} + 1 3 ∇ 7 2 {\displaystyle {}_{1}^{3}\!\nabla _{7}^{2}} + 1 4 ∇ 8 2 {\displaystyle {}_{1}^{4}\!\nabla _{8}^{2}} + 1 5 ∇ 9 2 {\displaystyle {}_{1}^{5}\!\nabla _{9}^{2}} + 1 6 ∇ 0 3 {\displaystyle {}_{1}^{6}\!\nabla _{0}^{3}}
0 1 ∇ 2 0 {\displaystyle {}_{0}^{1}\!\nabla _{2}^{0}} + 0 2 ∇ 3 0 {\displaystyle {}_{0}^{2}\!\nabla _{3}^{0}} + 0 3 ∇ 4 0 {\displaystyle {}_{0}^{3}\!\nabla _{4}^{0}} + 0 4 ∇ 5 0 {\displaystyle {}_{0}^{4}\!\nabla _{5}^{0}} + 0 5 ∇ 6 0 {\displaystyle {}_{0}^{5}\!\nabla _{6}^{0}} + 0 6 ∇ 7 0 {\displaystyle {}_{0}^{6}\!\nabla _{7}^{0}} + 0 7 ∇ 8 0 {\displaystyle {}_{0}^{7}\!\nabla _{8}^{0}} + 0 8 ∇ 9 0 {\displaystyle {}_{0}^{8}\!\nabla _{9}^{0}} + 0 9 ∇ 0 1 {\displaystyle {}_{0}^{9}\!\nabla _{0}^{1}} + 1 0 ∇ 1 1 {\displaystyle {}_{1}^{0}\!\nabla _{1}^{1}} + 2 1 ∇ 1 1 {\displaystyle {}_{2}^{1}\!\nabla _{1}^{1}} + 1 2 ∇ 3 1 {\displaystyle {}_{1}^{2}\!\nabla _{3}^{1}} + 1 3 ∇ 4 1 {\displaystyle {}_{1}^{3}\!\nabla _{4}^{1}} + 1 4 ∇ 5 1 {\displaystyle {}_{1}^{4}\!\nabla _{5}^{1}} + 1 5 ∇ 6 1 {\displaystyle {}_{1}^{5}\!\nabla _{6}^{1}} + 1 6 ∇ 7 1 {\displaystyle {}_{1}^{6}\!\nabla _{7}^{1}} + 1 7 ∇ 8 1 {\displaystyle {}_{1}^{7}\!\nabla _{8}^{1}} + 1 8 ∇ 9 1 {\displaystyle {}_{1}^{8}\!\nabla _{9}^{1}} + 1 9 ∇ 0 2 {\displaystyle {}_{1}^{9}\!\nabla _{0}^{2}} + 2 0 ∇ 1 2 {\displaystyle {}_{2}^{0}\!\nabla _{1}^{2}} + 2 1 ∇ 2 2 {\displaystyle {}_{2}^{1}\!\nabla _{2}^{2}} + 2 2 ∇ 3 2 {\displaystyle {}_{2}^{2}\!\nabla _{3}^{2}} + 2 3 ∇ 4 2 {\displaystyle {}_{2}^{3}\!\nabla _{4}^{2}} + 2 4 ∇ 5 2 {\displaystyle {}_{2}^{4}\!\nabla _{5}^{2}} + 2 5 ∇ 6 2 {\displaystyle {}_{2}^{5}\!\nabla _{6}^{2}} + 2 6 ∇ 7 2 {\displaystyle {}_{2}^{6}\!\nabla _{7}^{2}} + 2 7 ∇ 8 2 {\displaystyle {}_{2}^{7}\!\nabla _{8}^{2}} + 2 8 ∇ 9 2 {\displaystyle {}_{2}^{8}\!\nabla _{9}^{2}} + 2 9 ∇ 0 3 {\displaystyle {}_{2}^{9}\!\nabla _{0}^{3}}
0 1 ∇ 1 0 {\displaystyle {}_{0}^{1}\!\nabla _{1}^{0}} + 0 2 ∇ 2 0 {\displaystyle {}_{0}^{2}\!\nabla _{2}^{0}} + 0 3 ∇ 3 0 {\displaystyle {}_{0}^{3}\!\nabla _{3}^{0}} + 0 4 ∇ 4 0 {\displaystyle {}_{0}^{4}\!\nabla _{4}^{0}} + 0 5 ∇ 5 0 {\displaystyle {}_{0}^{5}\!\nabla _{5}^{0}} + 0 6 ∇ 6 0 {\displaystyle {}_{0}^{6}\!\nabla _{6}^{0}} + 0 7 ∇ 7 0 {\displaystyle {}_{0}^{7}\!\nabla _{7}^{0}} + 0 8 ∇ 8 0 {\displaystyle {}_{0}^{8}\!\nabla _{8}^{0}} + 0 9 ∇ 9 0 {\displaystyle {}_{0}^{9}\!\nabla _{9}^{0}} + 1 0 ∇ 0 1 {\displaystyle {}_{1}^{0}\!\nabla _{0}^{1}} + 1 1 ∇ 1 1 {\displaystyle {}_{1}^{1}\!\nabla _{1}^{1}} + 1 2 ∇ 2 1 {\displaystyle {}_{1}^{2}\!\nabla _{2}^{1}} + 1 3 ∇ 3 1 {\displaystyle {}_{1}^{3}\!\nabla _{3}^{1}} + 1 4 ∇ 4 1 {\displaystyle {}_{1}^{4}\!\nabla _{4}^{1}} + 1 5 ∇ 5 1 {\displaystyle {}_{1}^{5}\!\nabla _{5}^{1}} + 1 6 ∇ 6 1 {\displaystyle {}_{1}^{6}\!\nabla _{6}^{1}} + 1 7 ∇ 7 1 {\displaystyle {}_{1}^{7}\!\nabla _{7}^{1}} + 1 8 ∇ 8 1 {\displaystyle {}_{1}^{8}\!\nabla _{8}^{1}} + 1 9 ∇ 9 1 {\displaystyle {}_{1}^{9}\!\nabla _{9}^{1}} + 2 0 ∇ 0 2 {\displaystyle {}_{2}^{0}\!\nabla _{0}^{2}} + 2 1 ∇ 1 2 {\displaystyle {}_{2}^{1}\!\nabla _{1}^{2}} + 2 2 ∇ 2 2 {\displaystyle {}_{2}^{2}\!\nabla _{2}^{2}} + 2 3 ∇ 3 2 {\displaystyle {}_{2}^{3}\!\nabla _{3}^{2}} + 2 4 ∇ 4 2 {\displaystyle {}_{2}^{4}\!\nabla _{4}^{2}} + 2 5 ∇ 5 2 {\displaystyle {}_{2}^{5}\!\nabla _{5}^{2}} + 2 6 ∇ 6 2 {\displaystyle {}_{2}^{6}\!\nabla _{6}^{2}} + 2 7 ∇ 7 2 {\displaystyle {}_{2}^{7}\!\nabla _{7}^{2}} + 2 8 ∇ 8 2 {\displaystyle {}_{2}^{8}\!\nabla _{8}^{2}} + 2 9 ∇ 9 2 {\displaystyle {}_{2}^{9}\!\nabla _{9}^{2}} + 3 0 ∇ 0 3 {\displaystyle {}_{3}^{0}\!\nabla _{0}^{3}}
0 1 Δ 1 0 {\displaystyle {}_{0}^{1}\!\Delta _{1}^{0}} + 0 2 Δ 2 0 {\displaystyle {}_{0}^{2}\!\Delta _{2}^{0}} + 0 3 Δ 3 0 {\displaystyle {}_{0}^{3}\!\Delta _{3}^{0}} + 0 4 Δ 4 0 {\displaystyle {}_{0}^{4}\!\Delta _{4}^{0}} + 0 5 Δ 5 0 {\displaystyle {}_{0}^{5}\!\Delta _{5}^{0}} + 0 6 Δ 6 0 {\displaystyle {}_{0}^{6}\!\Delta _{6}^{0}} + 0 7 Δ 7 0 {\displaystyle {}_{0}^{7}\!\Delta _{7}^{0}} + 0 8 Δ 8 0 {\displaystyle {}_{0}^{8}\!\Delta _{8}^{0}} + 0 9 Δ 9 0 {\displaystyle {}_{0}^{9}\!\Delta _{9}^{0}} + 1 0 Δ 0 1 {\displaystyle {}_{1}^{0}\!\Delta _{0}^{1}} + 1 1 Δ 1 1 {\displaystyle {}_{1}^{1}\!\Delta _{1}^{1}} + 1 2 Δ 2 1 {\displaystyle {}_{1}^{2}\!\Delta _{2}^{1}} + 1 3 Δ 3 1 {\displaystyle {}_{1}^{3}\!\Delta _{3}^{1}} + 1 4 Δ 4 1 {\displaystyle {}_{1}^{4}\!\Delta _{4}^{1}} + 1 5 Δ 5 1 {\displaystyle {}_{1}^{5}\!\Delta _{5}^{1}} + 1 6 Δ 6 1 {\displaystyle {}_{1}^{6}\!\Delta _{6}^{1}} + 1 7 Δ 7 1 {\displaystyle {}_{1}^{7}\!\Delta _{7}^{1}} + 1 8 Δ 8 1 {\displaystyle {}_{1}^{8}\!\Delta _{8}^{1}} + 1 9 Δ 9 1 {\displaystyle {}_{1}^{9}\!\Delta _{9}^{1}} + 2 0 Δ 0 2 {\displaystyle {}_{2}^{0}\!\Delta _{0}^{2}} + 2 1 Δ 1 2 {\displaystyle {}_{2}^{1}\!\Delta _{1}^{2}} + 2 2 Δ 2 2 {\displaystyle {}_{2}^{2}\!\Delta _{2}^{2}} + 2 3 Δ 3 2 {\displaystyle {}_{2}^{3}\!\Delta _{3}^{2}} + 2 4 Δ 4 2 {\displaystyle {}_{2}^{4}\!\Delta _{4}^{2}} + 2 5 Δ 5 2 {\displaystyle {}_{2}^{5}\!\Delta _{5}^{2}} + 2 6 Δ 6 2 {\displaystyle {}_{2}^{6}\!\Delta _{6}^{2}} + 2 7 Δ 7 2 {\displaystyle {}_{2}^{7}\!\Delta _{7}^{2}} + 2 8 Δ 8 2 {\displaystyle {}_{2}^{8}\!\Delta _{8}^{2}} + 2 9 Δ 9 2 {\displaystyle {}_{2}^{9}\!\Delta _{9}^{2}} + 3 0 Δ 0 3 {\displaystyle {}_{3}^{0}\!\Delta _{0}^{3}}
